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CHEN JINGLING

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Full Name
CHEN JINGLING
Variants
Chen, J.L.
Chen, J.-L.
Chen, Jingling
Chen Jingling
Chen, J.
 
Main Affiliation
 
Faculty
 
Email
cqtchenj@nus.edu.sg
 

Publications

Results 1-20 of 49 (Search time: 0.009 seconds).

Issue DateTitleAuthor(s)
1Nov-2005A bell inequality based on correlation functions for three qubitsWu, C. ; Chen, J.-L. ; Kwek, L.C. ; Oh, C.H. 
22013All-versus-nothing proof of Einstein-Podolsky-Rosen steeringChen, J.-L. ; Ye, X.-J.; Wu, C. ; Su, H.-Y.; Cabello, A.; Kwek, L.C. ; Oh, C.H. 
38-Sep-2008Bell inequalities for three particlesChen, J.-L. ; Wu, C. ; Kwek, L.C. ; Oh, C.H. 
410-Sep-2012Bell nonlocality in conventional and topological quantum phase transitionsDeng, D.-L. ; Wu, C. ; Chen, J.-L. ; Gu, S.-J.; Yu, S. ; Oh, C.H. 
52015Beyond Gisin's theorem and its applications: Violation of local realism by two-party Einstein-Podolsky-Rosen steeringChen, J.-L ; Su, H.-Y; Xu, Z.-P; Wu, Y.-C; Wu, C; Ye, X.-J; Zukowski, M; Kwek, L.C 
6Mar-2002Clauser-Horne inequality for three-state systemsKaszlikowski, D. ; Kwek, L.C. ; Chen, J.-L. ; Zukowski, M. ; Oh, C.H. 
725-Jun-2004Coincidence Bell inequality for three three-dimensional systemsAcín, A.; Chen, J.L. ; Gisin, N.; Kaszlikowski, D. ; Kwek, L.C. ; Oh, C.H. ; Zukowski, M.
829-Aug-2013Compact Bell inequalities for multipartite experimentsWu, Y.-C.; Zukowski, M.; Chen, J.-L. ; Guo, G.-C.
92014Constructing physical systems with dynamical symmetryLi, Y.; Zhang, F.-L.; Gu, R.-J.; Chen, J.-L. ; Kwek, L.C.
101-Feb-2005Continuous multipartite entangled state in Wigner representation and violation of the Żukowski-Brukner inequalityWu, C. ; Chen, J.-L. ; Kwek, L.C. ; Oh, C.H. ; Xue, K.
11Jul-2012Demonstrating an additional law of relativistic velocities based on squeezed lightYang, D.-B.; Li, Y.; Zhang, F.-L.; Chen, J.-L. 
12Mar-2013Detecting Einstein-Podolsky-Rosen steering for continuous variable wavefunctionsSu, H.-Y.; Chen, J.-L. ; Wu, C. ; Deng, D.-L.; Oh, C.H. 
13Nov-2001Entangled three-state systems violate local realism more strongly than qubits: An analytical proofChen, J.-L. ; Kaszlikowski, D. ; Kwek, L.C. ; Oh, C.H. ; Zukowski, M. 
14Dec-2003General formalism of Hamiltonians for realizing a prescribed evolution of a qubitTong, D.M. ; Chen, J.-L. ; Kwek, L.C. ; Lai, C.H. ; Oh, C.H. 
15Feb-2006Geometric phase for mixed statesKwek, L.C. ; Tong, D.M. ; Chen, J.L. ; Du, J.F. ; Choo, K.W.; Ravishankar, R. ; Kaszlikowski, D. ; Oh, C.H. 
16Jun-2003Geometric phase for mixed statesTong, D.-M. ; Chen, J.-L. ; Du, J.-F.
1719-Mar-2004Geometric phases for mixed states during cyclic evolutionsFu, L.-B.; Chen, J.-L. 
18Mar-2003Geometric phases for nondegenerate and degenerate mixed statesSingh, K. ; Tong, D.M. ; Basu, K.; Chen, J.L. ; Du, J.F. 
191-Oct-2004Gisin's theorem for three qubitsChen, J.-L. ; Wu, C. ; Kwek, L.C. ; Oh, C.H. 
2030-Dec-2013Hardy's paradox for high-dimensional systemsChen, J.-L. ; Cabello, A.; Xu, Z.-P.; Su, H.-Y.; Wu, C.; Kwek, L.C.